@keyframes rwdcur135590 {
0%,14.185714285714%,100% {cursor:url(data:image/png;base64,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) 7 2, auto;}
14.285714285714%,28.471428571429% {cursor:url(data:image/png;base64,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) 7 2, auto;}
28.571428571429%,42.757142857143% {cursor:url(data:image/png;base64,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) 7 2, auto;}
42.857142857143%,57.042857142857% {cursor:url(data:image/png;base64,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) 7 2, auto;}
57.142857142857%,71.328571428571% {cursor:url(data:image/png;base64,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) 7 2, auto;}
71.428571428571%,85.614285714286% {cursor:url(data:image/png;base64,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) 7 2, auto;}
85.714285714286%,99.9% {cursor:url(data:image/png;base64,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) 7 2, auto;}
}
div.testarea{
animation:rwdcur135590 0.81666666666667s linear infinite forwards;
}
